How do you prove this?
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Hey mate here is the answer you need.
Hope it helps you
Hope it helps you
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Now, L.H.S.
= (tanθ + sinθ)/(tanθ - sinθ)
= (sinθ/cosθ + sinθ)/(sinθ/cosθ - cosθ)
= {sinθ (1/cosθ + 1)}/{sinθ (1/cosθ - 1)}
= (1/cosθ + 1)/(1/cosθ - 1)
= (secθ + 1)/(secθ - 1)
= R.H.S.
Hence, proved.
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